Research Methods in Psychology
Introduction to Psychological Research
There are many popular sayings related to psychology (e.g., "Opposites attract").
A key lesson in this class is to differentiate between folk psychology and scientific psychology.
Psychological Myths: These are considered myths not necessarily because they are false, but because they lack positive evidence.
It's possible to find evidence for these myths or conditions under which they are true, at which point they would cease to be myths.
The Importance of Research Methods
In science, how we know is just as important as what we know.
A background in research methods allows one to ask and answer questions with greater precision.
It is crucial to think critically about methods to become a smart consumer of science news.
This course only provides a basic overview; more detailed exploration occurs in specialized classes like "Research Methods in Psychology and Statistics."
From Research Questions to Hypotheses
All psychological scientists begin with a research question.
Examples: "How does creative thinking differ from logical thinking?" "Is the food you eat related to your mood?" "Do opposites attract?"
The number of possible research questions is infinite.
These research questions inform theories.
Theory = An explanation using an integrated set of principles that organizes and predicts observations.
From theories, scientists create hypotheses.
Hypothesis = A specific, testable prediction that refers to exactly what is being measured in a study.
**Examples of Theories and Hypotheses: ** * Theory: Caffeine intake causes increased speed of mental functioning.
Hypothesis 1: Drinking a cup of black tea prior to taking a problem-solving test will increase the number of problems solved in 15 minutes (compared to not drinking tea).
Hypothesis 2: Drinking Red Bull before writing a paper will lead to a faster time in writing a paper (compared to not drinking Red Bull).
Theory (broad, abstract) informs Hypothesis (specific, concrete).
We all develop daily theories and hypotheses (acting as "armchair psychologists") to predict and manage our lives (e.g., hypothesizing that eating food decreases hunger).
Scientists systematically make and test predictions because personal theories can often be incorrect.
Operational Definitions
Before conducting a study, researchers must create operational definitions for their variables.
Operational Definition = A statement of the concrete procedures (operations) used to define research variables, precisely explaining how hypotheses can be tested.
**Examples: ** * Operational definition of "caffeine intake": Drinking 2 cups of coffee (200 mg of caffeine).
Operational definition of "speed of mental functioning": How fast one can solve a series of anagrams.
Relationships Between Variables: Correlations
Correlations describe relationships between variables.
Positive relationships (Positive Correlation): As a score on one variable increases, the score on a second variable tends to increase (e.g., X increases, Y increases).
Negative relationships (Negative Correlation): As a score on one variable increases, the score on a second variable tends to decrease (e.g., X increases, Y decreases).
No Correlation: No systematic relationship between variables.
What correlations tell you: That two variables are related.
What correlations do NOT tell you: How variables are related or about causality.
Third Variable Problem: An unmeasured third variable might be causing the observed correlation (e.g., ice cream sales and murders are correlated, but higher temperatures might cause both).
Causality
Causality is concerned with whether one variable causes another variable (e.g., smoking causes lung cancer).
Scientific theories are fundamentally interested in causality, regardless of how easily or directly it can be measured.
Smoking \Rightarrow Lung cancer
Research Study Designs
Psychologists use various study designs:
Surveys
Experiments
Naturalistic observations
Case studies (less common)
Experiments provide the clearest information about causality.
Understanding Experiments
In an experiment, researchers manipulate one variable to observe its effects on another variable.
The variable believed to be the cause is the one manipulated.
Independent Variable (IV):
The variable that is manipulated by the experimenter.
It is the variable doing the causing.
In the caffeine study example, the IV is the amount of caffeine (e.g., none or some).
Dependent Variable (DV):
The variable that is measured by the experimenter.
Its value depends in part on the independent variable; it is the variable being caused.
In the caffeine study example, the DV might be problem-solving speed or algebra-solving speed.
\text{IV} \Rightarrow \text{DV}
Building an Experiment (Caffeine and Mental Functioning Example)
Scenario: Testing if coffee (caffeine) increases problem-solving speed.
Groups:
Group A (Experimental Group): Receives coffee (treatment).
Group B (Control Group): Receives no coffee (baseline for comparison).
Both groups take a problem-solving test.
If the theory is correct, the experimental group should score higher.
Confounding Variables
Confounding Variables = Any variables, other than the IV, that can serve as an alternative explanation for an observed effect.
Example: If coffee is given, perhaps the hot water in the coffee, not the caffeine, is causing increased mental functioning.
Caffeine \Rightarrow Increased mental functioning; Hot water \Rightarrow Increased mental functioning.
Researchers aim to control for possible confounds.
To control for the hot water confound, one might give a control group hot water or, ideally, decaffeinated coffee.
The experimental group receives the treatment (e.g., caffeinated coffee).
The control group receives no treatment or a placebo (e.g., decaffeinated coffee) to provide a baseline.
Random Assignment
Experiments must also address pre-existing differences between participants in groups.
Random Assignment = A procedure where each participant has an equal chance of being assigned to any experimental condition (e.g., experimental group or control group).
Purpose: Helps ensure that groups are equal on average before the experimental manipulation is administered.
If random assignment is effective, the groups should score similarly on the dependent variable before any intervention.
Because random assignment assumes initial equality, researchers typically only need to measure the dependent variable after the manipulation.
Any observed differences after the manipulation can then be attributed to the manipulation itself.
Random assignment is a powerful tool for controlling for many potential confounding variables.
Understanding Data: Basic Statistics
The goal is to provide general tools for thinking about data, rather than focusing on complex terminology or formulas (t-tests, f-tests, p values, beta values).
Data is "Noisy":
A study provides a noisy measure, not the "true" result, due to:
Differences in people (individual variability).
Observation noise (measurement error).
Limited samples (experiments test a sample of people to make inferences about a larger population).
Variation is Not Random: Many natural phenomena, including psychological data, often follow predictable patterns, such as the normal distribution (illustrated by a Plinko board).
Descriptive Statistics
Measures of Central Tendency: Single scores that represent where data generally cluster.
Mode: The most frequently occurring score(s) in a distribution.
Mean: The arithmetic average of a distribution, calculated by adding all scores and dividing by the number of scores. It is the most common measure but can be distorted by outliers (atypical scores).
Median: The middle score in a distribution; half the scores are above it, and half are below it.
In a normal distribution, the mean, median, and mode are located at the same point.
In skewed distributions (e.g., hypothetical family income), the mean, median, and mode will differ.
Measures of Dispersion (or Variation): Reveal the similarity or diversity of scores.
Range: The difference between the highest and lowest scores in a distribution.
Standard Deviation (SD): A computed measure of how much scores vary around the mean score.
A small standard deviation indicates scores are clustered closely around the mean.
A large standard deviation indicates scores are spread out widely from the mean.
Inferential Statistics
"Statistical significance" refers to inferential statistics.
For introductory purposes, inferential statistics are a way psychologists decide if an outcome is meaningful.
They help determine if observed group differences in an experiment are statistically significant (i.e., unlikely to have occurred by chance).
Statistical tests (in their simplest terms) measure the size of the difference relative to the amount of variance.
Significance is most likely when:
Group differences are large.
Variance within groups is low.
The imaginary data in the lecture that showed stronger support for the hypothesis had larger mean differences and less overlap/variance between groups.
Factors Influencing Statistical Significance
In an experiment comparing group differences, the significance of a result is influenced by:
1)$ Size of the Difference: Larger differences between group means are more likely to be significant (all else being equal).
2)$ Variability: Less random variability (lower standard deviation) within groups is more likely to lead to significant results (all else being equal).
$$3)$ Sample Size: More data points (larger sample size) are more likely to lead to significant results (all else being equal).
Learning Diary
Questions for Critical Thinking:
What does it mean to think critically?
What previous experience do you have where you were asked to think critically?
Do you believe critical thinking is a skill developed over time or an innate ability?
What does it mean to be a critical consumer of knowledge and information?
Why is being a critical consumer a skill taught in an Introduction to Psychology course?